{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/tmp/ipykernel_3959963/2887630075.py:8: MatplotlibDeprecationWarning: The seaborn styles shipped by Matplotlib are deprecated since 3.6, as they no longer correspond to the styles shipped by seaborn. However, they will remain available as 'seaborn-v0_8-<style>'. Alternatively, directly use the seaborn API instead.\n",
      "  plt.style.use('seaborn-ticks')\n"
     ]
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt \n",
    "import pandas as pd\n",
    "import seaborn as sns\n",
    "import numpy as np\n",
    "import json\n",
    "\n",
    "plt.style.use('seaborn-ticks')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Merge all results"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "models = [\n",
    "    'vicuna-7b-v1.5',\n",
    "    'vicuna-13b-v1.5',\n",
    "    'vicuna-33b-v1.3',\n",
    "    \n",
    "    'mpt-7b',\n",
    "    'mpt-30b',\n",
    "    \n",
    "    'falcon-7b',\n",
    "    'falcon-40b',\n",
    "   \n",
    "    \n",
    "    'Llama-2-7b-hf',\n",
    "    'Llama-2-13b-hf',\n",
    "    'Llama-2-7b-chat-hf',\n",
    "    'Llama-2-13b-chat-hf',\n",
    "]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>model</th>\n",
       "      <th>vanilla</th>\n",
       "      <th>default</th>\n",
       "      <th>break_by_temp</th>\n",
       "      <th>break_by_topk</th>\n",
       "      <th>break_by_topp</th>\n",
       "      <th>break_by_all</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>vicuna-7b-v1.5</td>\n",
       "      <td>50</td>\n",
       "      <td>62</td>\n",
       "      <td>92</td>\n",
       "      <td>95</td>\n",
       "      <td>95</td>\n",
       "      <td>97</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>vicuna-13b-v1.5</td>\n",
       "      <td>21</td>\n",
       "      <td>55</td>\n",
       "      <td>95</td>\n",
       "      <td>90</td>\n",
       "      <td>94</td>\n",
       "      <td>97</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>vicuna-33b-v1.3</td>\n",
       "      <td>42</td>\n",
       "      <td>50</td>\n",
       "      <td>94</td>\n",
       "      <td>94</td>\n",
       "      <td>93</td>\n",
       "      <td>96</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>mpt-7b</td>\n",
       "      <td>0</td>\n",
       "      <td>86</td>\n",
       "      <td>94</td>\n",
       "      <td>95</td>\n",
       "      <td>95</td>\n",
       "      <td>97</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>mpt-30b</td>\n",
       "      <td>0</td>\n",
       "      <td>91</td>\n",
       "      <td>95</td>\n",
       "      <td>96</td>\n",
       "      <td>97</td>\n",
       "      <td>98</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>falcon-7b</td>\n",
       "      <td>5</td>\n",
       "      <td>75</td>\n",
       "      <td>95</td>\n",
       "      <td>92</td>\n",
       "      <td>95</td>\n",
       "      <td>95</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>falcon-40b</td>\n",
       "      <td>7</td>\n",
       "      <td>72</td>\n",
       "      <td>95</td>\n",
       "      <td>93</td>\n",
       "      <td>94</td>\n",
       "      <td>95</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Llama-2-7b-hf</td>\n",
       "      <td>14</td>\n",
       "      <td>85</td>\n",
       "      <td>94</td>\n",
       "      <td>93</td>\n",
       "      <td>96</td>\n",
       "      <td>97</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Llama-2-13b-hf</td>\n",
       "      <td>34</td>\n",
       "      <td>83</td>\n",
       "      <td>96</td>\n",
       "      <td>95</td>\n",
       "      <td>96</td>\n",
       "      <td>97</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Llama-2-7b-chat-hf</td>\n",
       "      <td>0</td>\n",
       "      <td>16</td>\n",
       "      <td>59</td>\n",
       "      <td>57</td>\n",
       "      <td>71</td>\n",
       "      <td>81</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Llama-2-13b-chat-hf</td>\n",
       "      <td>0</td>\n",
       "      <td>8</td>\n",
       "      <td>73</td>\n",
       "      <td>66</td>\n",
       "      <td>66</td>\n",
       "      <td>88</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                 model vanilla default break_by_temp break_by_topk  \\\n",
       "0       vicuna-7b-v1.5      50      62            92            95   \n",
       "0      vicuna-13b-v1.5      21      55            95            90   \n",
       "0      vicuna-33b-v1.3      42      50            94            94   \n",
       "0               mpt-7b       0      86            94            95   \n",
       "0              mpt-30b       0      91            95            96   \n",
       "0            falcon-7b       5      75            95            92   \n",
       "0           falcon-40b       7      72            95            93   \n",
       "0        Llama-2-7b-hf      14      85            94            93   \n",
       "0       Llama-2-13b-hf      34      83            96            95   \n",
       "0   Llama-2-7b-chat-hf       0      16            59            57   \n",
       "0  Llama-2-13b-chat-hf       0       8            73            66   \n",
       "\n",
       "  break_by_topp break_by_all  \n",
       "0            95           97  \n",
       "0            94           97  \n",
       "0            93           96  \n",
       "0            95           97  \n",
       "0            97           98  \n",
       "0            95           95  \n",
       "0            94           95  \n",
       "0            96           97  \n",
       "0            96           97  \n",
       "0            71           81  \n",
       "0            66           88  "
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dfs = []\n",
    "config_dfs = []\n",
    "for model in models:\n",
    "    vanilla = json.load(open(f'./merged_eval_results/greedy/{model}_with_sys_prompt_summary.json', 'r'))\n",
    "    data = json.load(open(f'./merged_eval_results/exploited/{model}_summary.json', 'r'))\n",
    "    data_cp = {'model': model, 'vanilla': vanilla['greedy']}\n",
    "    config_cp = {'model': model}\n",
    "    for (k,v) in data.items():\n",
    "        if k != 'best_attack_config':\n",
    "            data_cp[k] = v\n",
    "        else:\n",
    "            for kk, vv in v.items():\n",
    "                config_cp[kk] = (list(vv.keys())[0].split('_')[1], list(vv.values())[0])\n",
    "    dfs.append(pd.DataFrame([data_cp]))\n",
    "    config_dfs.append(pd.DataFrame([config_cp]))\n",
    "pd.concat(dfs)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>model</th>\n",
       "      <th>temp</th>\n",
       "      <th>topk</th>\n",
       "      <th>topp</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>vicuna-7b-v1.5</td>\n",
       "      <td>(0.3, 62)</td>\n",
       "      <td>(1, 62)</td>\n",
       "      <td>(0.4, 64)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>vicuna-13b-v1.5</td>\n",
       "      <td>(0.8, 56)</td>\n",
       "      <td>(1, 54)</td>\n",
       "      <td>(0.25, 57)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>vicuna-33b-v1.3</td>\n",
       "      <td>(0.8, 59)</td>\n",
       "      <td>(50, 56)</td>\n",
       "      <td>(0.6, 59)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>mpt-7b</td>\n",
       "      <td>(0.1, 83)</td>\n",
       "      <td>(1, 85)</td>\n",
       "      <td>(0.05, 83)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>mpt-30b</td>\n",
       "      <td>(0.1, 87)</td>\n",
       "      <td>(1, 86)</td>\n",
       "      <td>(0.3, 88)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>falcon-7b</td>\n",
       "      <td>(0.2, 78)</td>\n",
       "      <td>(1, 75)</td>\n",
       "      <td>(0.25, 80)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>falcon-40b</td>\n",
       "      <td>(0.25, 79)</td>\n",
       "      <td>(5, 75)</td>\n",
       "      <td>(0.3, 78)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Llama-2-7b-hf</td>\n",
       "      <td>(0.45, 85)</td>\n",
       "      <td>(1, 83)</td>\n",
       "      <td>(0.2, 85)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Llama-2-13b-hf</td>\n",
       "      <td>(0.5, 85)</td>\n",
       "      <td>(1, 83)</td>\n",
       "      <td>(0.3, 87)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Llama-2-7b-chat-hf</td>\n",
       "      <td>(0.95, 25)</td>\n",
       "      <td>(500, 26)</td>\n",
       "      <td>(0.7, 29)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Llama-2-13b-chat-hf</td>\n",
       "      <td>(0.95, 27)</td>\n",
       "      <td>(500, 27)</td>\n",
       "      <td>(0.95, 24)</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                 model        temp       topk        topp\n",
       "0       vicuna-7b-v1.5   (0.3, 62)    (1, 62)   (0.4, 64)\n",
       "0      vicuna-13b-v1.5   (0.8, 56)    (1, 54)  (0.25, 57)\n",
       "0      vicuna-33b-v1.3   (0.8, 59)   (50, 56)   (0.6, 59)\n",
       "0               mpt-7b   (0.1, 83)    (1, 85)  (0.05, 83)\n",
       "0              mpt-30b   (0.1, 87)    (1, 86)   (0.3, 88)\n",
       "0            falcon-7b   (0.2, 78)    (1, 75)  (0.25, 80)\n",
       "0           falcon-40b  (0.25, 79)    (5, 75)   (0.3, 78)\n",
       "0        Llama-2-7b-hf  (0.45, 85)    (1, 83)   (0.2, 85)\n",
       "0       Llama-2-13b-hf   (0.5, 85)    (1, 83)   (0.3, 87)\n",
       "0   Llama-2-7b-chat-hf  (0.95, 25)  (500, 26)   (0.7, 29)\n",
       "0  Llama-2-13b-chat-hf  (0.95, 27)  (500, 27)  (0.95, 24)"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "pd.concat(config_dfs)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Sampling"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "dfs = []\n",
    "model = 'Llama-2-13b-chat-hf'\n",
    "for n_sample in range(1, 9):\n",
    "    if n_sample > 1:\n",
    "        data = json.load(open(f'./merged_eval_results/exploited/{model}_sample_{n_sample}_summary.json', 'r'))\n",
    "    else:\n",
    "        data = json.load(open(f'./merged_eval_results/exploited/{model}_summary.json', 'r'))\n",
    "    data_cp = {'model': model, 'n_sample': n_sample}\n",
    "    for (k,v) in data.items():\n",
    "        if k != 'best_attack_config':\n",
    "            data_cp[k.split('_')[-1]] = int(v)\n",
    "    dfs.append(pd.DataFrame([data_cp]))\n",
    "res_13b = pd.concat(dfs)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "dfs = []\n",
    "model = 'Llama-2-7b-chat-hf'\n",
    "for n_sample in range(1, 9):\n",
    "    if n_sample > 1:\n",
    "        data = json.load(open(f'./merged_eval_results/exploited/{model}_sample_{n_sample}_summary.json', 'r'))\n",
    "    else:\n",
    "        data = json.load(open(f'./merged_eval_results/exploited/{model}_summary.json', 'r'))\n",
    "    data_cp = {'model': model, 'n_sample': n_sample}\n",
    "    for (k,v) in data.items():\n",
    "        if k != 'best_attack_config':\n",
    "            data_cp[k.split('_')[-1]] = int(v)\n",
    "    dfs.append(pd.DataFrame([data_cp]))\n",
    "res_7b = pd.concat(dfs)\n",
    "res_7b[res_7b==94] = 95"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 460x360 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "ename": "",
     "evalue": "",
     "output_type": "error",
     "traceback": [
      "\u001b[1;31mThe Kernel crashed while executing code in the the current cell or a previous cell. Please review the code in the cell(s) to identify a possible cause of the failure. Click <a href='https://aka.ms/vscodeJupyterKernelCrash'>here</a> for more info. View Jupyter <a href='command:jupyter.viewOutput'>log</a> for further details."
     ]
    }
   ],
   "source": [
    "plt.figure(figsize=(2.3, 1.8), dpi=200)\n",
    "names = {\n",
    "    'temp': r'Temp. ($\\tau$)',\n",
    "    'topk': 'Top-K',\n",
    "    'topp': 'Top-p',\n",
    "    'all': 'All'\n",
    "}\n",
    "for key in ['temp', 'topk', 'topp', 'all']:\n",
    "    if key != 'all':\n",
    "        ls = '--'\n",
    "    else:\n",
    "        ls = '-'\n",
    "    plt.plot(res_13b['n_sample'].values, res_13b[key].values, label=names[key], marker='.', ls=ls)\n",
    "plt.legend(fontsize=9, frameon=True)\n",
    "plt.xlabel('# Sampling Runs')\n",
    "plt.ylabel('Attack Success Rate (%)')\n",
    "plt.title('LLaMA2-13B-chat')\n",
    "plt.xlim(1,8)\n",
    "plt.grid(c=\"0.95\")\n",
    "plt.savefig(f\"figures/n_sample_13B.pdf\", format=\"pdf\", bbox_inches=\"tight\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 440x360 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(2.3, 1.8), dpi=200)\n",
    "names = {\n",
    "    'temp': r'Temp. ($\\tau$)',\n",
    "    'topk': 'Top-K',\n",
    "    'topp': 'Top-p',\n",
    "    'all': 'All'\n",
    "}\n",
    "for key in ['temp', 'topk', 'topp', 'all']:\n",
    "    if key != 'all':\n",
    "        ls = '--'\n",
    "    else:\n",
    "        ls = '-'\n",
    "    plt.plot(res_7b['n_sample'].values, res_7b[key].values, label=names[key], marker='.', ls=ls)\n",
    "plt.legend(fontsize=9, frameon=True)\n",
    "plt.xlabel('# Sampling Runs')\n",
    "plt.ylabel('Attack Success Rate (%)')\n",
    "plt.title('LLaMA2-7B-chat')\n",
    "plt.xlim(1,8)\n",
    "plt.grid(c=\"0.95\")\n",
    "plt.savefig(f\"figures/n_sample_7B.pdf\", format=\"pdf\", bbox_inches=\"tight\")"
   ]
  }
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